{
 "cells": [
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Open Space Analysis\n",
    "\n",
    "I was curious to work with public open space data because of the work of the Milton School Building Committee.\n",
    "\n",
    "In recent public meetings, there has been much discussion of suitable sites in Milton for the construction of a new school.  Because\n",
    "an RFP for the purchase of a suitable land parcel received no responses, the committee focused on currently open land owned by the Town of Milton,\n",
    "restricting its searches to parcels of 6 acres or more.  It should be possible to identify all such parcels using the public open space dataset.\n",
    "\n",
    "Additionally, Milton is famous for its extensive forests and trails, being nestled within the Blue Hills reservation.  I wanted to see if\n",
    "this qualitative feature of life in Milton could be shown quantitatively in the open space data.  To achieve this, I compare the average\n",
    "distance to the nearest open space parcel for residential land parcels in Milton vs Quincy, our significantly larger and more urban neighbor.  I wanted\n",
    "to see if the average residential parcel is closer to open space in Milton than in Quincy."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/alexhasha/Library/Caches/pypoetry/virtualenvs/milton-maps-gfMaDXEA-py3.10/lib/python3.10/site-packages/geopandas/_compat.py:123: UserWarning: The Shapely GEOS version (3.10.3-CAPI-1.16.1) is incompatible with the GEOS version PyGEOS was compiled with (3.10.4-CAPI-1.16.2). Conversions between both will be slow.\n",
      "  warnings.warn(\n"
     ]
    }
   ],
   "source": [
    "import geopandas as gpd\n",
    "import folium\n",
    "import joblib\n",
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns\n",
    "from IPython.display import Markdown, display\n",
    "\n",
    "import milton_maps as mm\n",
    "\n",
    "sns.set_style(\"darkgrid\", {\"axes.facecolor\": \".9\"})\n",
    "sns.set(rc = {'figure.figsize':(15,8)})\n",
    "sns.set_context(\"notebook\")"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Load cleaned and processed input files\n",
    "\n",
    "This notebook works from cleaned and transformed data.  The transformation pipeline is defined in `dvc.yaml`.  To simply work with the latest version, pull the appropriate versions from dvc using `dvc pull`.  To regenerate the files, perhaps with local code changes, run `dvc repro`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(2, 19)"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "town_boundaries = gpd.read_file(\"../data/processed/town_boundaries.shp.zip\").set_index(\"TOWN_ID\")\n",
    "milton_quincy_boundaries = town_boundaries[town_boundaries.TOWN.isin([\"MILTON\", \"QUINCY\"])]\n",
    "milton_quincy_boundaries.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(767, 62)"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "openspace = gpd.read_file(\"../data/processed/openspace.shp.zip\", mask=milton_quincy_boundaries)\n",
    "openspace.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(32387, 28)"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "residential_tax_parcels = joblib.load(\"../data/processed/residential_tax_parcels.pkl\")\n",
    "residential_tax_parcels.shape"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Data review\n",
    "\n",
    "In order to contextualize the open space data maps, we'll plot them on top of the town boundary shapes for Milton and Quincy.  Load the town boundary data:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/alexhasha/Library/Caches/pypoetry/virtualenvs/milton-maps-gfMaDXEA-py3.10/lib/python3.10/site-packages/matplotlib/text.py:1475: FutureWarning: Calling float on a single element Series is deprecated and will raise a TypeError in the future. Use float(ser.iloc[0]) instead\n",
      "  x = float(self.convert_xunits(x))\n",
      "/Users/alexhasha/Library/Caches/pypoetry/virtualenvs/milton-maps-gfMaDXEA-py3.10/lib/python3.10/site-packages/matplotlib/text.py:1477: FutureWarning: Calling float on a single element Series is deprecated and will raise a TypeError in the future. Use float(ser.iloc[0]) instead\n",
      "  y = float(self.convert_yunits(y))\n",
      "/Users/alexhasha/Library/Caches/pypoetry/virtualenvs/milton-maps-gfMaDXEA-py3.10/lib/python3.10/site-packages/matplotlib/text.py:757: FutureWarning: Calling float on a single element Series is deprecated and will raise a TypeError in the future. Use float(ser.iloc[0]) instead\n",
      "  posx = float(self.convert_xunits(self._x))\n",
      "/Users/alexhasha/Library/Caches/pypoetry/virtualenvs/milton-maps-gfMaDXEA-py3.10/lib/python3.10/site-packages/matplotlib/text.py:758: FutureWarning: Calling float on a single element Series is deprecated and will raise a TypeError in the future. Use float(ser.iloc[0]) instead\n",
      "  posy = float(self.convert_yunits(self._y))\n",
      "/Users/alexhasha/Library/Caches/pypoetry/virtualenvs/milton-maps-gfMaDXEA-py3.10/lib/python3.10/site-packages/matplotlib/text.py:897: FutureWarning: Calling float on a single element Series is deprecated and will raise a TypeError in the future. Use float(ser.iloc[0]) instead\n",
      "  x = float(self.convert_xunits(self._x))\n",
      "/Users/alexhasha/Library/Caches/pypoetry/virtualenvs/milton-maps-gfMaDXEA-py3.10/lib/python3.10/site-packages/matplotlib/text.py:898: FutureWarning: Calling float on a single element Series is deprecated and will raise a TypeError in the future. Use float(ser.iloc[0]) instead\n",
      "  y = float(self.convert_yunits(self._y))\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1, figsize=(10,10))\n",
    "mm.plot_map(milton_quincy_boundaries,\n",
    "                 column=\"TOWN\",\n",
    "                 cmap=\"Pastel2\",\n",
    "                 title=\"Milton and Quincy\",\n",
    "                 legend=False,\n",
    "                 ax=ax)\n",
    "for i in milton_quincy_boundaries.index:\n",
    "    x = town_boundaries.loc[[i]].representative_point().x\n",
    "    y = town_boundaries.loc[[i]].representative_point().y\n",
    "    plt.annotate(town_boundaries.loc[i, \"TOWN\"], (x,y))\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Open space maps\n",
    "\n",
    "Let's get a quick visualization of open spaces on our map of Milton and Quincy.  The following plot color codes the open spaces by the name of its\n",
    "Manager."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/alexhasha/Library/Caches/pypoetry/virtualenvs/milton-maps-gfMaDXEA-py3.10/lib/python3.10/site-packages/matplotlib/text.py:1475: FutureWarning: Calling float on a single element Series is deprecated and will raise a TypeError in the future. Use float(ser.iloc[0]) instead\n",
      "  x = float(self.convert_xunits(x))\n",
      "/Users/alexhasha/Library/Caches/pypoetry/virtualenvs/milton-maps-gfMaDXEA-py3.10/lib/python3.10/site-packages/matplotlib/text.py:1477: FutureWarning: Calling float on a single element Series is deprecated and will raise a TypeError in the future. Use float(ser.iloc[0]) instead\n",
      "  y = float(self.convert_yunits(y))\n",
      "/Users/alexhasha/Library/Caches/pypoetry/virtualenvs/milton-maps-gfMaDXEA-py3.10/lib/python3.10/site-packages/matplotlib/text.py:757: FutureWarning: Calling float on a single element Series is deprecated and will raise a TypeError in the future. Use float(ser.iloc[0]) instead\n",
      "  posx = float(self.convert_xunits(self._x))\n",
      "/Users/alexhasha/Library/Caches/pypoetry/virtualenvs/milton-maps-gfMaDXEA-py3.10/lib/python3.10/site-packages/matplotlib/text.py:758: FutureWarning: Calling float on a single element Series is deprecated and will raise a TypeError in the future. Use float(ser.iloc[0]) instead\n",
      "  posy = float(self.convert_yunits(self._y))\n",
      "/Users/alexhasha/Library/Caches/pypoetry/virtualenvs/milton-maps-gfMaDXEA-py3.10/lib/python3.10/site-packages/matplotlib/text.py:897: FutureWarning: Calling float on a single element Series is deprecated and will raise a TypeError in the future. Use float(ser.iloc[0]) instead\n",
      "  x = float(self.convert_xunits(self._x))\n",
      "/Users/alexhasha/Library/Caches/pypoetry/virtualenvs/milton-maps-gfMaDXEA-py3.10/lib/python3.10/site-packages/matplotlib/text.py:898: FutureWarning: Calling float on a single element Series is deprecated and will raise a TypeError in the future. Use float(ser.iloc[0]) instead\n",
      "  y = float(self.convert_yunits(self._y))\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x1000 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/plain": [
       "<Figure size 1500x800 with 0 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "mm.plot_map(openspace,\n",
    "            column=\"MANAGER\",\n",
    "            ax=ax,\n",
    "            legend_shift=1.8,\n",
    "            title=\"Milton and Quincy Open Spaces\",\n",
    "            alpha=0.5)\n",
    "display(fig)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now let's use the `folium` package to plot this data on top of an interactive street map."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "map_center = milton_quincy_boundaries.dissolve().centroid.to_crs(epsg=4326)[0]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/markdown": [
       "**Explorable Map of Open Space**\n",
       "\n",
       "You can pan and zoom the map below to explore open space in Quincy and Milton.\n",
       "Click on open space parcels to see a pop-up with more information.\n",
       "<table>\n",
       "  <tr>\n",
       "    <th>Value</th>\n",
       "    <th>Color</th>\n",
       "  </tr>\n",
       "<tr><td><span style=\"font-family: monospace\">Yes (open to public)</span></td> <td><span style=\"color: #1b9e77\">████████</span></td></tr>\n",
       "<tr><td><span style=\"font-family: monospace\">Limited (membership only)</span></td> <td><span style=\"color: #d95f02\">████████</span></td></tr>\n",
       "<tr><td><span style=\"font-family: monospace\">Unknown</span></td> <td><span style=\"color: #7570b3\">████████</span></td></tr>\n",
       "<tr><td><span style=\"font-family: monospace\">No (not open to public)</span></td> <td><span style=\"color: #e7298a\">████████</span></td></tr></table>"
      ],
      "text/plain": [
       "<IPython.core.display.Markdown object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
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       "    \n",
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       "    \n",
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       "    &lt;script src=&quot;https://cdnjs.cloudflare.com/ajax/libs/Leaflet.awesome-markers/2.0.2/leaflet.awesome-markers.js&quot;&gt;&lt;/script&gt;\n",
       "    &lt;link rel=&quot;stylesheet&quot; href=&quot;https://cdn.jsdelivr.net/npm/leaflet@1.9.3/dist/leaflet.css&quot;/&gt;\n",
       "    &lt;link rel=&quot;stylesheet&quot; href=&quot;https://cdn.jsdelivr.net/npm/bootstrap@5.2.2/dist/css/bootstrap.min.css&quot;/&gt;\n",
       "    &lt;link rel=&quot;stylesheet&quot; href=&quot;https://netdna.bootstrapcdn.com/bootstrap/3.0.0/css/bootstrap.min.css&quot;/&gt;\n",
       "    &lt;link rel=&quot;stylesheet&quot; href=&quot;https://cdn.jsdelivr.net/npm/@fortawesome/fontawesome-free@6.2.0/css/all.min.css&quot;/&gt;\n",
       "    &lt;link rel=&quot;stylesheet&quot; href=&quot;https://cdnjs.cloudflare.com/ajax/libs/Leaflet.awesome-markers/2.0.2/leaflet.awesome-markers.css&quot;/&gt;\n",
       "    &lt;link rel=&quot;stylesheet&quot; href=&quot;https://cdn.jsdelivr.net/gh/python-visualization/folium/folium/templates/leaflet.awesome.rotate.min.css&quot;/&gt;\n",
       "    \n",
       "            &lt;meta name=&quot;viewport&quot; content=&quot;width=device-width,\n",
       "                initial-scale=1.0, maximum-scale=1.0, user-scalable=no&quot; /&gt;\n",
       "            &lt;style&gt;\n",
       "                #map_02db9155785dcc66354a6f0c60bc03ba {\n",
       "                    position: relative;\n",
       "                    width: 800.0px;\n",
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       "                    left: 0.0%;\n",
       "                    top: 0.0%;\n",
       "                }\n",
       "                .leaflet-container { font-size: 1rem; }\n",
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       "                        .foliumpopup {\n",
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       "                        .foliumpopup tr{\n",
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       "                        .foliumpopup th{\n",
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       "        \n",
       "&lt;/body&gt;\n",
       "&lt;script&gt;\n",
       "    \n",
       "    \n",
       "            var map_02db9155785dcc66354a6f0c60bc03ba = L.map(\n",
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       "                {\n",
       "                    center: [42.24126261451919, -71.08432119642815],\n",
       "                    crs: L.CRS.EPSG3857,\n",
       "                    zoom: 12,\n",
       "                    zoomControl: true,\n",
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       "                }\n",
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       "\n",
       "            \n",
       "\n",
       "        \n",
       "    \n",
       "            var tile_layer_755ec637aa6ac5a2b3d31d02e0a22bb9 = L.tileLayer(\n",
       "                &quot;https://{s}.tile.openstreetmap.org/{z}/{x}/{y}.png&quot;,\n",
       "                {&quot;attribution&quot;: &quot;Data by \\u0026copy; \\u003ca target=\\&quot;_blank\\&quot; href=\\&quot;http://openstreetmap.org\\&quot;\\u003eOpenStreetMap\\u003c/a\\u003e, under \\u003ca target=\\&quot;_blank\\&quot; href=\\&quot;http://www.openstreetmap.org/copyright\\&quot;\\u003eODbL\\u003c/a\\u003e.&quot;, &quot;detectRetina&quot;: false, &quot;maxNativeZoom&quot;: 18, &quot;maxZoom&quot;: 18, &quot;minZoom&quot;: 0, &quot;noWrap&quot;: false, &quot;opacity&quot;: 1, &quot;subdomains&quot;: &quot;abc&quot;, &quot;tms&quot;: false}\n",
       "            ).addTo(map_02db9155785dcc66354a6f0c60bc03ba);\n",
       "        \n",
       "    \n",
       "\n",
       "        function geo_json_675b7946511ed42bc4e01fa810d242e9_onEachFeature(feature, layer) {\n",
       "            layer.on({\n",
       "            });\n",
       "        };\n",
       "        var geo_json_675b7946511ed42bc4e01fa810d242e9 = L.geoJson(null, {\n",
       "                onEachFeature: geo_json_675b7946511ed42bc4e01fa810d242e9_onEachFeature,\n",
       "            \n",
       "        });\n",
       "\n",
       "        function geo_json_675b7946511ed42bc4e01fa810d242e9_add (data) {\n",
       "            geo_json_675b7946511ed42bc4e01fa810d242e9\n",
       "                .addData(data)\n",
       "                .addTo(map_02db9155785dcc66354a6f0c60bc03ba);\n",
       "        }\n",
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       "\n",
       "        \n",
       "    \n",
       "        function geo_json_a290cebf65944606e100488df568913c_styler(feature) {\n",
       "            switch(feature.id) {\n",
       "                case &quot;11&quot;: case &quot;13&quot;: case &quot;14&quot;: case &quot;16&quot;: case &quot;17&quot;: case &quot;49&quot;: case &quot;50&quot;: case &quot;54&quot;: case &quot;55&quot;: case &quot;86&quot;: case &quot;87&quot;: case &quot;88&quot;: case &quot;89&quot;: case &quot;90&quot;: case &quot;91&quot;: case &quot;92&quot;: case &quot;93&quot;: case &quot;94&quot;: case &quot;95&quot;: case &quot;138&quot;: case &quot;155&quot;: case &quot;157&quot;: case &quot;158&quot;: case &quot;198&quot;: case &quot;206&quot;: case &quot;207&quot;: case &quot;215&quot;: case &quot;241&quot;: case &quot;242&quot;: case &quot;243&quot;: case &quot;244&quot;: case &quot;245&quot;: case &quot;246&quot;: case &quot;247&quot;: case &quot;248&quot;: case &quot;249&quot;: case &quot;256&quot;: case &quot;257&quot;: case &quot;259&quot;: case &quot;273&quot;: case &quot;274&quot;: case &quot;276&quot;: case &quot;281&quot;: case &quot;282&quot;: case &quot;373&quot;: case &quot;400&quot;: case &quot;405&quot;: case &quot;449&quot;: case &quot;488&quot;: case &quot;494&quot;: case &quot;499&quot;: case &quot;500&quot;: case &quot;563&quot;: case &quot;574&quot;: case &quot;576&quot;: case &quot;584&quot;: case &quot;587&quot;: case &quot;588&quot;: case &quot;589&quot;: case &quot;590&quot;: case &quot;591&quot;: case &quot;592&quot;: case &quot;593&quot;: case &quot;594&quot;: case &quot;595&quot;: case &quot;596&quot;: case &quot;615&quot;: case &quot;616&quot;: case &quot;620&quot;: case &quot;627&quot;: case &quot;666&quot;: case &quot;673&quot;: case &quot;701&quot;: case &quot;702&quot;: case &quot;712&quot;: case &quot;713&quot;: case &quot;740&quot;: case &quot;745&quot;: case &quot;753&quot;: case &quot;754&quot;: \n",
       "                    return {&quot;color&quot;: &quot;#d95f02&quot;, &quot;fillColor&quot;: &quot;#d95f02&quot;};\n",
       "                case &quot;112&quot;: case &quot;348&quot;: case &quot;359&quot;: case &quot;381&quot;: case &quot;383&quot;: case &quot;456&quot;: case &quot;471&quot;: case &quot;475&quot;: case &quot;493&quot;: case &quot;578&quot;: case &quot;579&quot;: case &quot;580&quot;: case &quot;597&quot;: case &quot;598&quot;: case &quot;599&quot;: case &quot;600&quot;: case &quot;601&quot;: case &quot;602&quot;: case &quot;603&quot;: case &quot;604&quot;: case &quot;606&quot;: case &quot;607&quot;: case &quot;636&quot;: case &quot;637&quot;: case &quot;638&quot;: case &quot;639&quot;: case &quot;641&quot;: case &quot;685&quot;: \n",
       "                    return {&quot;color&quot;: &quot;#7570b3&quot;, &quot;fillColor&quot;: &quot;#7570b3&quot;};\n",
       "                case &quot;139&quot;: case &quot;140&quot;: case &quot;141&quot;: case &quot;143&quot;: case &quot;144&quot;: case &quot;233&quot;: case &quot;234&quot;: case &quot;235&quot;: case &quot;240&quot;: case &quot;330&quot;: case &quot;382&quot;: case &quot;468&quot;: case &quot;523&quot;: case &quot;526&quot;: case &quot;539&quot;: case &quot;541&quot;: case &quot;547&quot;: case &quot;548&quot;: case &quot;556&quot;: case &quot;558&quot;: case &quot;559&quot;: case &quot;560&quot;: case &quot;561&quot;: case &quot;562&quot;: case &quot;569&quot;: case &quot;581&quot;: case &quot;612&quot;: case &quot;613&quot;: case &quot;614&quot;: case &quot;625&quot;: case &quot;674&quot;: case &quot;678&quot;: case &quot;679&quot;: case &quot;744&quot;: case &quot;749&quot;: case &quot;750&quot;: case &quot;751&quot;: case &quot;755&quot;: \n",
       "                    return {&quot;color&quot;: &quot;#e7298a&quot;, &quot;fillColor&quot;: &quot;#e7298a&quot;};\n",
       "                default:\n",
       "                    return {&quot;color&quot;: &quot;#1b9e77&quot;, &quot;fillColor&quot;: &quot;#1b9e77&quot;};\n",
       "            }\n",
       "        }\n",
       "\n",
       "        function geo_json_a290cebf65944606e100488df568913c_onEachFeature(feature, layer) {\n",
       "            layer.on({\n",
       "            });\n",
       "        };\n",
       "        var geo_json_a290cebf65944606e100488df568913c = L.geoJson(null, {\n",
       "                onEachFeature: geo_json_a290cebf65944606e100488df568913c_onEachFeature,\n",
       "            \n",
       "                style: geo_json_a290cebf65944606e100488df568913c_styler,\n",
       "        });\n",
       "\n",
       "        function geo_json_a290cebf65944606e100488df568913c_add (data) {\n",
       "            geo_json_a290cebf65944606e100488df568913c\n",
       "                .addData(data)\n",
       "                .addTo(map_02db9155785dcc66354a6f0c60bc03ba);\n",
       "        }\n",
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POLY FROM CZM ACCESS GUIDE. ATTS FROM DEED Legacy ProjectID is: DEM_OT122&quot;, &quot;CR_REF&quot;: 0, &quot;DCAM_ID&quot;: 0, &quot;DEED_ACRES&quot;: 0.25, &quot;EEA_CR_ID&quot;: null, &quot;EOEAINVOLV&quot;: 1, &quot;FEESYM&quot;: &quot;DCRS&quot;, &quot;FEE_OWNER&quot;: &quot;DCR - Division of State Parks and Recreation&quot;, &quot;FORMAL_SIT&quot;: null, &quot;FY_FUNDING&quot;: 1973, &quot;GIS_ACRES&quot;: 0.26373445, &quot;GRANTPROG1&quot;: null, &quot;GRANTPROG2&quot;: null, &quot;GRANTTYPE1&quot;: null, &quot;GRANTTYPE2&quot;: null, &quot;INTSYM&quot;: null, &quot;LEV_PROT&quot;: &quot;In Perpetuity&quot;, &quot;LOC_ID&quot;: null, &quot;MANAGER&quot;: &quot;DCR - Division of State Parks and Recreation&quot;, &quot;MANAGR_ABR&quot;: null, &quot;MANAGR_TYP&quot;: null, &quot;OLI_1_ABRV&quot;: null, &quot;OLI_1_INT&quot;: null, &quot;OLI_1_ORG&quot;: null, &quot;OLI_1_TYPE&quot;: null, &quot;OLI_2_ABRV&quot;: null, &quot;OLI_2_INT&quot;: null, &quot;OLI_2_ORG&quot;: null, &quot;OLI_2_TYPE&quot;: null, 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Parcel split by town line and Dept. of Public Works taking. No acreage in deed or plan.&quot;, &quot;CR_REF&quot;: 0, &quot;DCAM_ID&quot;: 0, &quot;DEED_ACRES&quot;: 0.0, &quot;EEA_CR_ID&quot;: null, &quot;EOEAINVOLV&quot;: 1, &quot;FEESYM&quot;: &quot;DCRS&quot;, &quot;FEE_OWNER&quot;: &quot;DCR - Division of State Parks and Recreation&quot;, &quot;FORMAL_SIT&quot;: null, &quot;FY_FUNDING&quot;: 1906, &quot;GIS_ACRES&quot;: 246.35460975, &quot;GRANTPROG1&quot;: null, &quot;GRANTPROG2&quot;: null, &quot;GRANTTYPE1&quot;: null, &quot;GRANTTYPE2&quot;: null, &quot;INTSYM&quot;: null, &quot;LEV_PROT&quot;: &quot;In Perpetuity&quot;, &quot;LOC_ID&quot;: null, &quot;MANAGER&quot;: &quot;DCR - Division of State Parks and Recreation&quot;, &quot;MANAGR_ABR&quot;: null, &quot;MANAGR_TYP&quot;: null, &quot;OLI_1_ABRV&quot;: null, &quot;OLI_1_INT&quot;: null, &quot;OLI_1_ORG&quot;: null, &quot;OLI_1_TYPE&quot;: null, &quot;OLI_2_ABRV&quot;: null, &quot;OLI_2_INT&quot;: null, &quot;OLI_2_ORG&quot;: null, &quot;OLI_2_TYPE&quot;: null, &quot;OLI_3_ABRV&quot;: null, &quot;OLI_3_INT&quot;: null, &quot;OLI_3_ORG&quot;: null, &quot;OLI_3_TYPE&quot;: null, &quot;OS_DEED_BO&quot;: 1013, &quot;OS_DEED_PA&quot;: 102, &quot;OS_ID&quot;: &quot;244-6&quot;, &quot;OS_TYPE&quot;: null, &quot;OWNER_ABRV&quot;: &quot;DCRS&quot;, &quot;OWNER_TYPE&quot;: &quot;S&quot;, &quot;POLY_ID&quot;: 6, &quot;PRIM_PURP&quot;: &quot;Recreation and Conservation&quot;, &quot;PROJ_ID1&quot;: &quot;MPC495&quot;, &quot;PROJ_ID2&quot;: null, &quot;PROJ_ID3&quot;: null, &quot;PUB_ACCESS&quot;: &quot;Yes (open to public)&quot;, &quot;SHAPE_AREA&quot;: 996961.73464, &quot;SHAPE_LEN&quot;: 6598.97745959, &quot;SITE_NAME&quot;: &quot;Blue Hills Reservation&quot;, &quot;SOURCE_MAP&quot;: &quot;Plan of Taking Canton and Randolph. B42 P1964&quot;, &quot;SOURCE_TYP&quot;: &quot;OT&quot;, &quot;TOWN_ID&quot;: 244}, &quot;type&quot;: &quot;Feature&quot;}, {&quot;bbox&quot;: [-71.12387096082314, 42.20850827873735, -71.12299149784938, 42.20924601528595], &quot;geometry&quot;: {&quot;coordinates&quot;: [[[-71.12311673561906, 42.20896503163328], [-71.12305506474988, 42.208740115079365], [-71.12299149784938, 42.20850827873735], [-71.12373723656899, 42.208577208755116], [-71.12387096082314, 42.20919235391036], [-71.12319377946172, 42.20924601528595], [-71.12311673561906, 42.20896503163328]]], &quot;type&quot;: &quot;Polygon&quot;}, &quot;id&quot;: &quot;547&quot;, &quot;properties&quot;: {&quot;ALT_SITE_N&quot;: null, &quot;ARTICLE97&quot;: 1, &quot;ASSESS_ACR&quot;: 0.0, &quot;ASSESS_BLK&quot;: null, &quot;ASSESS_LOT&quot;: null, &quot;ASSESS_MAP&quot;: null, &quot;ASSESS_SUB&quot;: null, &quot;ATT_DATE&quot;: &quot;2009-10-12&quot;, &quot;BASE_MAP&quot;: null, &quot;CAL_DATE_R&quot;: &quot;1985-03-01&quot;, &quot;COMMENTS&quot;: &quot;Land court. Search for subdivision plan online using land court document 462824. 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Existing development part of CR. 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Search for subdivision plan online using land court document 462824. Fee portion of Pedrotti CR. 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70.23414717, &quot;GRANTPROG1&quot;: null, &quot;GRANTPROG2&quot;: null, &quot;GRANTTYPE1&quot;: null, &quot;GRANTTYPE2&quot;: null, &quot;INTSYM&quot;: null, &quot;LEV_PROT&quot;: &quot;In Perpetuity&quot;, &quot;LOC_ID&quot;: null, &quot;MANAGER&quot;: &quot;DCR - Division of State Parks and Recreation&quot;, &quot;MANAGR_ABR&quot;: null, &quot;MANAGR_TYP&quot;: null, &quot;OLI_1_ABRV&quot;: null, &quot;OLI_1_INT&quot;: null, &quot;OLI_1_ORG&quot;: null, &quot;OLI_1_TYPE&quot;: null, &quot;OLI_2_ABRV&quot;: null, &quot;OLI_2_INT&quot;: null, &quot;OLI_2_ORG&quot;: null, &quot;OLI_2_TYPE&quot;: null, &quot;OLI_3_ABRV&quot;: null, &quot;OLI_3_INT&quot;: null, &quot;OLI_3_ORG&quot;: null, &quot;OLI_3_TYPE&quot;: null, &quot;OS_DEED_BO&quot;: 0, &quot;OS_DEED_PA&quot;: 0, &quot;OS_ID&quot;: &quot;243-344&quot;, &quot;OS_TYPE&quot;: null, &quot;OWNER_ABRV&quot;: &quot;DCRS&quot;, &quot;OWNER_TYPE&quot;: &quot;S&quot;, &quot;POLY_ID&quot;: 344, &quot;PRIM_PURP&quot;: &quot;Recreation and Conservation&quot;, &quot;PROJ_ID1&quot;: null, &quot;PROJ_ID2&quot;: null, &quot;PROJ_ID3&quot;: null, &quot;PUB_ACCESS&quot;: &quot;Yes (open to public)&quot;, &quot;SHAPE_AREA&quot;: 284253.589025, &quot;SHAPE_LEN&quot;: 8030.12287464, &quot;SITE_NAME&quot;: &quot;Quincy Shore Reservation&quot;, &quot;SOURCE_MAP&quot;: &quot;1&quot;, &quot;SOURCE_TYP&quot;: &quot;X&quot;, &quot;TOWN_ID&quot;: 243}, &quot;type&quot;: &quot;Feature&quot;}], &quot;type&quot;: &quot;FeatureCollection&quot;});\n",
       "\n",
       "        \n",
       "    \n",
       "    geo_json_a290cebf65944606e100488df568913c.bindPopup(\n",
       "    function(layer){\n",
       "    let div = L.DomUtil.create(&#x27;div&#x27;);\n",
       "    \n",
       "    let handleObject = feature=&gt;typeof(feature)==&#x27;object&#x27; ? JSON.stringify(feature) : feature;\n",
       "    let fields = [&quot;SITE_NAME&quot;, &quot;MANAGER&quot;, &quot;GIS_ACRES&quot;, &quot;PRIM_PURP&quot;, &quot;PUB_ACCESS&quot;, &quot;LEV_PROT&quot;];\n",
       "    let aliases = [&quot;Name&quot;, &quot;Managed by&quot;, &quot;Acres&quot;, &quot;Primary Purpose&quot;, &quot;Public Access&quot;, &quot;Level of Protection&quot;];\n",
       "    let table = &#x27;&lt;table&gt;&#x27; +\n",
       "        String(\n",
       "        fields.map(\n",
       "        (v,i)=&gt;\n",
       "        `&lt;tr&gt;\n",
       "            &lt;th&gt;${aliases[i].toLocaleString()}&lt;/th&gt;\n",
       "            \n",
       "            &lt;td&gt;${handleObject(layer.feature.properties[v]).toLocaleString()}&lt;/td&gt;\n",
       "        &lt;/tr&gt;`).join(&#x27;&#x27;))\n",
       "    +&#x27;&lt;/table&gt;&#x27;;\n",
       "    div.innerHTML=table;\n",
       "    \n",
       "    return div\n",
       "    }\n",
       "    ,{&quot;className&quot;: &quot;foliumpopup&quot;});\n",
       "                     \n",
       "&lt;/script&gt;\n",
       "&lt;/html&gt;\" style=\"position:absolute;width:100%;height:100%;left:0;top:0;border:none !important;\" allowfullscreen webkitallowfullscreen mozallowfullscreen></iframe></div></div>"
      ],
      "text/plain": [
       "<folium.folium.Map at 0x1498aeb30>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "milton_map = folium.Map(width=800,height=800, location=[map_center.y, map_center.x], zoom_start=12)\n",
    "\n",
    "sf, cm_dict = mm.make_choropleth_style_function(openspace, \"PUB_ACCESS\", \"Dark2\")\n",
    "\n",
    "#Print a legend\n",
    "display(Markdown(\"\"\"**Explorable Map of Open Space**\n",
    "\n",
    "You can pan and zoom the map below to explore open space in Quincy and Milton.\n",
    "Click on open space parcels to see a pop-up with more information.\n",
    "\"\"\" + mm.html_legend(cm_dict)))\n",
    "\n",
    "folium.GeoJson(milton_quincy_boundaries.to_crs(\"EPSG:3857\").geometry).add_to(milton_map)\n",
    "\n",
    "# We need to convert the openspace geodataframe to the EPSG:3857 coordinate reference system (CRS) because that is the default for folium maps.\n",
    "folium.GeoJson(data=openspace.to_crs(\"EPSG:3857\"),\n",
    "               style_function=sf,\n",
    "               popup=folium.GeoJsonPopup(\n",
    "                   fields=['SITE_NAME', 'MANAGER', 'GIS_ACRES', \"PRIM_PURP\", \"PUB_ACCESS\", \"LEV_PROT\"],\n",
    "                   aliases=['Name','Managed by','Acres', \"Primary Purpose\", \"Public Access\", \"Level of Protection\"]\n",
    "               )).add_to(milton_map)\n",
    "display(milton_map)\n"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Calculate distribution of distance to openspace for residential parcels\n",
    "\n",
    "Finally, let's tackle our question of whether Quincy residents are further from open space on average compared to Milton residents.\n",
    "\n",
    "Let's first filter the open space parcels down to those that are publicly accessible:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array(['Yes (open to public)', 'Limited (membership only)', 'Unknown',\n",
       "       'No (not open to public)'], dtype=object)"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "openspace['PUB_ACCESS'].unique()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "accessible_openspace = openspace[openspace['PUB_ACCESS']==\"Yes (open to public)\"]"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The following geopandas spatial join links each residential land parcel to the nearest open space land parcel, using the closest distance between the two shapes.  It can produce multiple output rows per residential land parcel if there are multiple open space parcels that are equidistant with the shortest distance."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>SHAPE_Leng</th>\n",
       "      <th>SHAPE_Area</th>\n",
       "      <th>MAP_PAR_ID</th>\n",
       "      <th>POLY_TYPE</th>\n",
       "      <th>MAP_NO</th>\n",
       "      <th>SOURCE</th>\n",
       "      <th>PLAN_ID</th>\n",
       "      <th>LAST_EDIT</th>\n",
       "      <th>BND_CHK</th>\n",
       "      <th>NO_MATCH</th>\n",
       "      <th>...</th>\n",
       "      <th>INTSYM</th>\n",
       "      <th>OS_ID</th>\n",
       "      <th>CAL_DATE_R</th>\n",
       "      <th>FORMAL_SIT</th>\n",
       "      <th>CR_REF</th>\n",
       "      <th>OS_TYPE</th>\n",
       "      <th>EEA_CR_ID</th>\n",
       "      <th>SHAPE_AREA</th>\n",
       "      <th>SHAPE_LEN</th>\n",
       "      <th>distance_to_openspace</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>LOC_ID</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>189M 2 6</th>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
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       "      <td>NaN</td>\n",
       "      <td>...</td>\n",
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       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
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       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2436080Q_22_22</th>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
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       "      <td>NaN</td>\n",
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       "      <td>NaN</td>\n",
       "      <td>...</td>\n",
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       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>F_757603_2907021</th>\n",
       "      <td>718.018773</td>\n",
       "      <td>21213.803766</td>\n",
       "      <td>A 10 1B</td>\n",
       "      <td>FEE</td>\n",
       "      <td>A</td>\n",
       "      <td>ASSESS</td>\n",
       "      <td>A-9-10</td>\n",
       "      <td>20180101.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>N</td>\n",
       "      <td>...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>50-173</td>\n",
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       "      <td>NaN</td>\n",
       "      <td>0.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>1350.764294</td>\n",
       "      <td>155.163256</td>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>F_757603_2907021</th>\n",
       "      <td>718.018773</td>\n",
       "      <td>21213.803766</td>\n",
       "      <td>A 10 1B</td>\n",
       "      <td>FEE</td>\n",
       "      <td>A</td>\n",
       "      <td>ASSESS</td>\n",
       "      <td>A-9-10</td>\n",
       "      <td>20180101.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>N</td>\n",
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       "    <tr>\n",
       "      <th>F_757603_2907021</th>\n",
       "      <td>718.018773</td>\n",
       "      <td>21213.803766</td>\n",
       "      <td>A 10 1B</td>\n",
       "      <td>FEE</td>\n",
       "      <td>A</td>\n",
       "      <td>ASSESS</td>\n",
       "      <td>A-9-10</td>\n",
       "      <td>20180101.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>N</td>\n",
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       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>8290.233976</td>\n",
       "      <td>487.599831</td>\n",
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       "<p>5 rows × 91 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                  SHAPE_Leng    SHAPE_Area MAP_PAR_ID POLY_TYPE MAP_NO  \\\n",
       "LOC_ID                                                                   \n",
       "189M 2 6                 NaN           NaN        NaN       NaN    NaN   \n",
       "2436080Q_22_22           NaN           NaN        NaN       NaN    NaN   \n",
       "F_757603_2907021  718.018773  21213.803766    A 10 1B       FEE      A   \n",
       "F_757603_2907021  718.018773  21213.803766    A 10 1B       FEE      A   \n",
       "F_757603_2907021  718.018773  21213.803766    A 10 1B       FEE      A   \n",
       "\n",
       "                  SOURCE PLAN_ID   LAST_EDIT BND_CHK NO_MATCH  ...  INTSYM  \\\n",
       "LOC_ID                                                         ...           \n",
       "189M 2 6             NaN     NaN         NaN     NaN      NaN  ...     NaN   \n",
       "2436080Q_22_22       NaN     NaN         NaN     NaN      NaN  ...     NaN   \n",
       "F_757603_2907021  ASSESS  A-9-10  20180101.0     NaN        N  ...     NaN   \n",
       "F_757603_2907021  ASSESS  A-9-10  20180101.0     NaN        N  ...     NaN   \n",
       "F_757603_2907021  ASSESS  A-9-10  20180101.0     NaN        N  ...     NaN   \n",
       "\n",
       "                   OS_ID  CAL_DATE_R  FORMAL_SIT CR_REF OS_TYPE EEA_CR_ID  \\\n",
       "LOC_ID                                                                      \n",
       "189M 2 6             NaN         NaN         NaN    NaN     NaN       NaN   \n",
       "2436080Q_22_22       NaN         NaN         NaN    NaN     NaN       NaN   \n",
       "F_757603_2907021  50-173  2019-06-11         NaN    0.0     NaN       NaN   \n",
       "F_757603_2907021  189-91  2019-06-11         NaN    0.0     NaN       NaN   \n",
       "F_757603_2907021  189-92  2019-06-11         NaN    0.0     NaN       NaN   \n",
       "\n",
       "                   SHAPE_AREA   SHAPE_LEN  distance_to_openspace  \n",
       "LOC_ID                                                            \n",
       "189M 2 6                  NaN         NaN                    NaN  \n",
       "2436080Q_22_22            NaN         NaN                    NaN  \n",
       "F_757603_2907021  1350.764294  155.163256                    0.0  \n",
       "F_757603_2907021  1218.553710  145.826404                    0.0  \n",
       "F_757603_2907021  8290.233976  487.599831                    0.0  \n",
       "\n",
       "[5 rows x 91 columns]"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "result = gpd.sjoin_nearest(residential_tax_parcels, accessible_openspace, how=\"left\", distance_col=\"distance_to_openspace\")\n",
    "result.head()"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Plot the distribution of distance to the nearest open land for Milton and for Quincy.\n",
    "\n",
    "It looks like Quincy residents are just as close to the nearest open land as their Milton neighbors, on average.  That's a little surprising!"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/alexhasha/Library/Caches/pypoetry/virtualenvs/milton-maps-gfMaDXEA-py3.10/lib/python3.10/site-packages/seaborn/axisgrid.py:118: UserWarning: The figure layout has changed to tight\n",
      "  self._figure.tight_layout(*args, **kwargs)\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 614.125x500 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "g = sns.displot(result.reset_index(), x='distance_to_openspace', hue=\"TOWN\", kind=\"kde\", common_norm=True)\n",
    "g.set(xlabel=\"Distance to public openspace (meters)\",\n",
    "      ylabel=\"Number of residential parcels\",\n",
    "      title=\"Distribution of distance to openspace by tax parcel\")\n",
    "plt.show()"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Quantifying htis in a table, we see the median Milton residence is 133 meters from the nearest open space, versus 139 meters for Quincy.  Not a big difference!"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "TOWN        \n",
       "MILTON  0.10      5.712570\n",
       "        0.25     53.907962\n",
       "        0.50    133.377918\n",
       "        0.75    241.847707\n",
       "        0.90    365.795553\n",
       "        1.00    765.278952\n",
       "QUINCY  0.10     10.835055\n",
       "        0.25     54.520340\n",
       "        0.50    139.640397\n",
       "        0.75    245.533747\n",
       "        0.90    342.402368\n",
       "        1.00    741.994475\n",
       "Name: distance_to_openspace, dtype: float64"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "result.groupby(\"TOWN\")[\"distance_to_openspace\"].quantile([0.1,0.25,0.5,0.75,0.9, 1])"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Can we find any quantitative metric that captures that Milton is a \"greener\" town than Quincy?  Yes, if we look at the sizes of the nearest open land, then we see a difference:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "TOWN        \n",
       "MILTON  0.10       1.123130\n",
       "        0.25       2.374769\n",
       "        0.50      10.360659\n",
       "        0.75      41.058375\n",
       "        0.90      91.141803\n",
       "        1.00     850.270058\n",
       "QUINCY  0.10       0.464241\n",
       "        0.25       1.019486\n",
       "        0.50       4.073247\n",
       "        0.75       8.028349\n",
       "        0.90      45.769913\n",
       "        1.00    1753.275872\n",
       "Name: GIS_ACRES, dtype: float64"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "result.groupby(\"TOWN\")[\"GIS_ACRES\"].quantile([0.1,0.25,0.5,0.75,0.9, 1])"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "While the median Milton residence is no closer to open space than its Quincy counterpart, the median acreage of that open plot is more than twice as large, 10 acres in Milton vs 4 acres in Quincy.\n",
    "\n",
    "Another random question we can ask of this data: which specific open spaces are the nearest open spaces for the most residence?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
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       "    .dataframe tbody tr th:only-of-type {\n",
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       "    }\n",
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       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>num_houses</th>\n",
       "      <th>median_distance</th>\n",
       "      <th>acreage</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>SITE_NAME</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Neponset River Reservation</th>\n",
       "      <td>1793</td>\n",
       "      <td>83.156849</td>\n",
       "      <td>109.972767</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Furnace Brook Parkway</th>\n",
       "      <td>1377</td>\n",
       "      <td>56.429668</td>\n",
       "      <td>13.560602</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Blue Hills Reservation</th>\n",
       "      <td>1285</td>\n",
       "      <td>89.716382</td>\n",
       "      <td>1753.275872</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Quincy Shore Reservation</th>\n",
       "      <td>1102</td>\n",
       "      <td>129.058568</td>\n",
       "      <td>70.234147</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Mass Field Playground</th>\n",
       "      <td>1051</td>\n",
       "      <td>273.067339</td>\n",
       "      <td>0.860044</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Beechwood Knoll School Playground</th>\n",
       "      <td>11</td>\n",
       "      <td>43.317348</td>\n",
       "      <td>0.198522</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Jean Kennedy Playground</th>\n",
       "      <td>9</td>\n",
       "      <td>112.574221</td>\n",
       "      <td>0.158380</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Lamb Conservation Area</th>\n",
       "      <td>5</td>\n",
       "      <td>234.870044</td>\n",
       "      <td>7.621469</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Brooks Field</th>\n",
       "      <td>3</td>\n",
       "      <td>58.219847</td>\n",
       "      <td>14.741131</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Front - Heron Beach</th>\n",
       "      <td>2</td>\n",
       "      <td>38.887931</td>\n",
       "      <td>0.380590</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>132 rows × 3 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                                   num_houses  median_distance      acreage\n",
       "SITE_NAME                                                                  \n",
       "Neponset River Reservation               1793        83.156849   109.972767\n",
       "Furnace Brook Parkway                    1377        56.429668    13.560602\n",
       "Blue Hills Reservation                   1285        89.716382  1753.275872\n",
       "Quincy Shore Reservation                 1102       129.058568    70.234147\n",
       "Mass Field Playground                    1051       273.067339     0.860044\n",
       "...                                       ...              ...          ...\n",
       "Beechwood Knoll School Playground          11        43.317348     0.198522\n",
       "Jean Kennedy Playground                     9       112.574221     0.158380\n",
       "Lamb Conservation Area                      5       234.870044     7.621469\n",
       "Brooks Field                                3        58.219847    14.741131\n",
       "Front - Heron Beach                         2        38.887931     0.380590\n",
       "\n",
       "[132 rows x 3 columns]"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "result.groupby(\"SITE_NAME\").agg(\n",
    "    num_houses=('SITE_NAME', 'count'),\n",
    "    median_distance=('distance_to_openspace', 'median'),\n",
    "    acreage=('GIS_ACRES', 'max'),\n",
    ").sort_values(by=\"num_houses\", ascending=False)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### School Building candidate parcels\n",
    "\n",
    "The school building committee was looking at open spaces owned by the Town of Milton of at least 6 acres.  Can we see how many of these there are and where they're located?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array(['Town of Milton', 'Cunningham Foundation of Milton',\n",
       "       'Milton Historical Society', 'CUNNINGHAM FOUNDATION OF MILTON',\n",
       "       'Extra Space of Milton LLC', 'MILTON AND HOOSIC CLUB INC',\n",
       "       'Milton Land Conservation Trust'], dtype=object)"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "openspace.loc[openspace.FEE_OWNER.str.lower().str.contains(\"milton\"), \"FEE_OWNER\"].unique()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
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       "      <td>M189CC</td>\n",
       "      <td>M</td>\n",
       "      <td>Recreation (activities are facility based)</td>\n",
       "      <td>...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>189-3131</td>\n",
       "      <td>1978-12-15</td>\n",
       "      <td>NaN</td>\n",
       "      <td>0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>59655.241145</td>\n",
       "      <td>1196.681131</td>\n",
       "      <td>POLYGON ((233866.667 888929.914, 233847.029 88...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>107</th>\n",
       "      <td>189</td>\n",
       "      <td>3064</td>\n",
       "      <td>Turners Pond Park</td>\n",
       "      <td>Town of Milton</td>\n",
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       "      <td>64841.955138</td>\n",
       "      <td>2770.344170</td>\n",
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       "    <tr>\n",
       "      <th>116</th>\n",
       "      <td>189</td>\n",
       "      <td>3132</td>\n",
       "      <td>Pine Tree Brook Flood Control Area</td>\n",
       "      <td>Town of Milton</td>\n",
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       "      <td>NaN</td>\n",
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       "      <th>136</th>\n",
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       "      <td>NaN</td>\n",
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       "      <td>97320.854000</td>\n",
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       "    <tr>\n",
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       "      <td>Town of Milton</td>\n",
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       "      <td>NaN</td>\n",
       "      <td>P</td>\n",
       "      <td>Recreation (activities are facility based)</td>\n",
       "      <td>...</td>\n",
       "      <td>NaN</td>\n",
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       "      <td>391054.147570</td>\n",
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       "    </tr>\n",
       "    <tr>\n",
       "      <th>302</th>\n",
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       "      <td>Town of Milton</td>\n",
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       "      <td>M</td>\n",
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       "    <tr>\n",
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       "      <td>Town of Milton</td>\n",
       "      <td>M189</td>\n",
       "      <td>M</td>\n",
       "      <td>Town of Milton</td>\n",
       "      <td>M189CC</td>\n",
       "      <td>M</td>\n",
       "      <td>Conservation (activities are non-facility based)</td>\n",
       "      <td>...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>189-3049</td>\n",
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       "      <td>NaN</td>\n",
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       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>121435.137295</td>\n",
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       "    <tr>\n",
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       "      <td>NaN</td>\n",
       "      <td>36491.121776</td>\n",
       "      <td>983.305809</td>\n",
       "      <td>POLYGON ((238324.629 890145.620, 238318.139 89...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>414</th>\n",
       "      <td>189</td>\n",
       "      <td>3047</td>\n",
       "      <td>Pine Tree Brook Flood Control Area</td>\n",
       "      <td>Town of Milton</td>\n",
       "      <td>M189</td>\n",
       "      <td>M</td>\n",
       "      <td>Town of Milton</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Flood Control</td>\n",
       "      <td>...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>189-3047</td>\n",
       "      <td>1969-12-05</td>\n",
       "      <td>NaN</td>\n",
       "      <td>0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>198081.967686</td>\n",
       "      <td>2431.388922</td>\n",
       "      <td>POLYGON ((234762.419 887207.259, 234659.468 88...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>472</th>\n",
       "      <td>189</td>\n",
       "      <td>3123</td>\n",
       "      <td>Arrowhead Lane Conservation Area</td>\n",
       "      <td>Town of Milton</td>\n",
       "      <td>M189</td>\n",
       "      <td>M</td>\n",
       "      <td>Town of Milton</td>\n",
       "      <td>M189CC</td>\n",
       "      <td>M</td>\n",
       "      <td>Conservation (activities are non-facility based)</td>\n",
       "      <td>...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>189-3123</td>\n",
       "      <td>1988-09-28</td>\n",
       "      <td>NaN</td>\n",
       "      <td>0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>42717.050209</td>\n",
       "      <td>901.536225</td>\n",
       "      <td>POLYGON ((234338.995 887342.436, 234353.529 88...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>496</th>\n",
       "      <td>189</td>\n",
       "      <td>3080</td>\n",
       "      <td>Collicot School &amp; Mary A Cunningham</td>\n",
       "      <td>Town of Milton</td>\n",
       "      <td>M189</td>\n",
       "      <td>M</td>\n",
       "      <td>Town of Milton</td>\n",
       "      <td>M189SD</td>\n",
       "      <td>M</td>\n",
       "      <td>Recreation (activities are facility based)</td>\n",
       "      <td>...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>189-3080</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>43823.100850</td>\n",
       "      <td>1099.628252</td>\n",
       "      <td>POLYGON ((237005.704 889367.751, 236909.454 88...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>501</th>\n",
       "      <td>189</td>\n",
       "      <td>3116</td>\n",
       "      <td>Day</td>\n",
       "      <td>Town of Milton</td>\n",
       "      <td>M189</td>\n",
       "      <td>M</td>\n",
       "      <td>Town of Milton</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Conservation (activities are non-facility based)</td>\n",
       "      <td>...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>189-3116</td>\n",
       "      <td>1965-11-03</td>\n",
       "      <td>NaN</td>\n",
       "      <td>0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>79315.815946</td>\n",
       "      <td>1681.714169</td>\n",
       "      <td>POLYGON ((237722.071 891846.733, 237730.959 89...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>618</th>\n",
       "      <td>189</td>\n",
       "      <td>3073</td>\n",
       "      <td>Milton Cemetery</td>\n",
       "      <td>Town of Milton</td>\n",
       "      <td>M189</td>\n",
       "      <td>M</td>\n",
       "      <td>Town of Milton</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Recreation (activities are facility based)</td>\n",
       "      <td>...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>189-3073</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>396614.767700</td>\n",
       "      <td>4454.225774</td>\n",
       "      <td>POLYGON ((236379.674 889813.811, 236344.234 88...</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>18 rows × 62 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "     TOWN_ID  POLY_ID                            SITE_NAME       FEE_OWNER  \\\n",
       "100      189     3058   Milton High School Athletic Fields  Town of Milton   \n",
       "101      189       58               Lamb Conservation Area  Town of Milton   \n",
       "103      189     3131                         Brooks Field  Town of Milton   \n",
       "107      189     3064                    Turners Pond Park  Town of Milton   \n",
       "116      189     3132   Pine Tree Brook Flood Control Area  Town of Milton   \n",
       "136      189     3046                   Milton Town Forest  Town of Milton   \n",
       "137      189     3121                   Milton Town Forest  Town of Milton   \n",
       "252      189       55                           Popes Pond  Town of Milton   \n",
       "276      189       62            Granite Links Golf Course  Town of Milton   \n",
       "281      189       60            Granite Links Golf Course  Town of Milton   \n",
       "302      189       51         John L. Kelly Athletic Field  Town of Milton   \n",
       "339      189     3049                                  NaN  Town of Milton   \n",
       "375      189     3084                         Andrews Park  Town of Milton   \n",
       "414      189     3047   Pine Tree Brook Flood Control Area  Town of Milton   \n",
       "472      189     3123     Arrowhead Lane Conservation Area  Town of Milton   \n",
       "496      189     3080  Collicot School & Mary A Cunningham  Town of Milton   \n",
       "501      189     3116                                  Day  Town of Milton   \n",
       "618      189     3073                      Milton Cemetery  Town of Milton   \n",
       "\n",
       "    OWNER_ABRV OWNER_TYPE         MANAGER MANAGR_ABR MANAGR_TYP  \\\n",
       "100       M189          M  Town of Milton     M189SD          M   \n",
       "101       M189          M  Town of Milton     M189CC          M   \n",
       "103       M189          M  Town of Milton     M189CC          M   \n",
       "107       M189          M  Town of Milton     M189PD          M   \n",
       "116       M189          M  Town of Milton        NaN        NaN   \n",
       "136       M189          M  Town of Milton        NaN        NaN   \n",
       "137       M189          M  Town of Milton        NaN        NaN   \n",
       "252       M189          M  Town of Milton     M189CC          M   \n",
       "276       M189          M  Town of Milton        NaN          P   \n",
       "281       M189          M  Town of Milton        NaN          P   \n",
       "302       M189          M  Town of Milton     M189PD          M   \n",
       "339       M189          M  Town of Milton     M189CC          M   \n",
       "375       M189          M  Town of Milton     M189PD          M   \n",
       "414       M189          M  Town of Milton        NaN        NaN   \n",
       "472       M189          M  Town of Milton     M189CC          M   \n",
       "496       M189          M  Town of Milton     M189SD          M   \n",
       "501       M189          M  Town of Milton        NaN        NaN   \n",
       "618       M189          M  Town of Milton        NaN        NaN   \n",
       "\n",
       "                                            PRIM_PURP  ... INTSYM     OS_ID  \\\n",
       "100        Recreation (activities are facility based)  ...    NaN  189-3058   \n",
       "101  Conservation (activities are non-facility based)  ...    NaN    189-58   \n",
       "103        Recreation (activities are facility based)  ...    NaN  189-3131   \n",
       "107        Recreation (activities are facility based)  ...    NaN  189-3064   \n",
       "116                                     Flood Control  ...    NaN  189-3132   \n",
       "136                                   Other (explain)  ...    NaN  189-3046   \n",
       "137                                   Other (explain)  ...    NaN  189-3121   \n",
       "252                       Recreation and Conservation  ...    NaN    189-55   \n",
       "276        Recreation (activities are facility based)  ...    NaN    189-62   \n",
       "281        Recreation (activities are facility based)  ...    NaN    189-60   \n",
       "302        Recreation (activities are facility based)  ...    NaN    189-51   \n",
       "339  Conservation (activities are non-facility based)  ...    NaN  189-3049   \n",
       "375        Recreation (activities are facility based)  ...    NaN  189-3084   \n",
       "414                                     Flood Control  ...    NaN  189-3047   \n",
       "472  Conservation (activities are non-facility based)  ...    NaN  189-3123   \n",
       "496        Recreation (activities are facility based)  ...    NaN  189-3080   \n",
       "501  Conservation (activities are non-facility based)  ...    NaN  189-3116   \n",
       "618        Recreation (activities are facility based)  ...    NaN  189-3073   \n",
       "\n",
       "     CAL_DATE_R FORMAL_SIT CR_REF OS_TYPE EEA_CR_ID     SHAPE_AREA  \\\n",
       "100         NaN        NaN      0     NaN       NaN   57890.235319   \n",
       "101  1978-12-15        NaN      0     NaN       NaN   30842.988911   \n",
       "103  1978-12-15        NaN      0     NaN       NaN   59655.241145   \n",
       "107         NaN        NaN      0     NaN       NaN   64841.955138   \n",
       "116  1970-01-26        NaN      0     NaN       NaN   39240.334627   \n",
       "136         NaN        NaN      0     NaN       NaN  196125.799282   \n",
       "137         NaN        NaN      0     NaN       NaN   97320.854000   \n",
       "252         NaN        NaN      0     NaN       NaN  166157.348118   \n",
       "276         NaN        NaN      0     NaN       NaN  166980.724412   \n",
       "281         NaN        NaN      0     NaN       NaN  391054.147570   \n",
       "302         NaN        NaN      0     NaN       NaN   42567.251734   \n",
       "339         NaN        NaN      0     NaN       NaN  121435.137295   \n",
       "375         NaN        NaN      0     NaN       NaN   36491.121776   \n",
       "414  1969-12-05        NaN      0     NaN       NaN  198081.967686   \n",
       "472  1988-09-28        NaN      0     NaN       NaN   42717.050209   \n",
       "496         NaN        NaN      0     NaN       NaN   43823.100850   \n",
       "501  1965-11-03        NaN      0     NaN       NaN   79315.815946   \n",
       "618         NaN        NaN      0     NaN       NaN  396614.767700   \n",
       "\n",
       "       SHAPE_LEN                                           geometry  \n",
       "100   971.136985  POLYGON ((234089.437 889234.177, 234044.386 88...  \n",
       "101  1239.561577  POLYGON ((233571.280 889147.018, 233560.965 88...  \n",
       "103  1196.681131  POLYGON ((233866.667 888929.914, 233847.029 88...  \n",
       "107  2770.344170  POLYGON ((234863.391 890423.323, 234878.905 89...  \n",
       "116   794.118748  POLYGON ((234576.242 886886.138, 234485.339 88...  \n",
       "136  2696.309736  POLYGON ((234128.369 886576.782, 234091.657 88...  \n",
       "137  1776.836867  POLYGON ((234483.783 887004.618, 234485.339 88...  \n",
       "252  2971.820610  POLYGON ((233516.744 889267.755, 233380.075 88...  \n",
       "276  1786.501274  POLYGON ((236385.759 887457.414, 236325.733 88...  \n",
       "281  3968.880537  POLYGON ((236251.722 888445.178, 236268.549 88...  \n",
       "302   985.612844  POLYGON ((234246.070 889966.773, 234203.924 88...  \n",
       "339  1990.220341  POLYGON ((235895.219 887833.784, 235848.785 88...  \n",
       "375   983.305809  POLYGON ((238324.629 890145.620, 238318.139 89...  \n",
       "414  2431.388922  POLYGON ((234762.419 887207.259, 234659.468 88...  \n",
       "472   901.536225  POLYGON ((234338.995 887342.436, 234353.529 88...  \n",
       "496  1099.628252  POLYGON ((237005.704 889367.751, 236909.454 88...  \n",
       "501  1681.714169  POLYGON ((237722.071 891846.733, 237730.959 89...  \n",
       "618  4454.225774  POLYGON ((236379.674 889813.811, 236344.234 88...  \n",
       "\n",
       "[18 rows x 62 columns]"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "school_site_candidates = openspace[(openspace.FEE_OWNER==\"Town of Milton\") & (openspace.GIS_ACRES >= 6.0)]\n",
    "school_site_candidates"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [],
   "source": [
    "milton_boundaries = town_boundaries[town_boundaries.TOWN.isin([\"MILTON\"])]\n",
    "map_center = milton_boundaries.dissolve().centroid.to_crs(epsg=4326)[0]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/markdown": [
       "**Explorable Map of School Site Candidates**\n",
       "\n",
       "You can pan and zoom the map below to explore school site candidates in Milton.\n",
       "Click on open space parcels to see a pop-up with more information.\n",
       "<table>\n",
       "  <tr>\n",
       "    <th>Value</th>\n",
       "    <th>Color</th>\n",
       "  </tr>\n",
       "<tr><td><span style=\"font-family: monospace\">Recreation (activities are facility based)</span></td> <td><span style=\"color: #1b9e77\">████████</span></td></tr>\n",
       "<tr><td><span style=\"font-family: monospace\">Conservation (activities are non-facility based)</span></td> <td><span style=\"color: #d95f02\">████████</span></td></tr>\n",
       "<tr><td><span style=\"font-family: monospace\">Flood Control</span></td> <td><span style=\"color: #7570b3\">████████</span></td></tr>\n",
       "<tr><td><span style=\"font-family: monospace\">Other (explain)</span></td> <td><span style=\"color: #e7298a\">████████</span></td></tr>\n",
       "<tr><td><span style=\"font-family: monospace\">Recreation and Conservation</span></td> <td><span style=\"color: #66a61e\">████████</span></td></tr></table>"
      ],
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     "output_type": "display_data"
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       "\n",
       "        \n",
       "    \n",
       "        function geo_json_1e8ebcc3915ee6cd5aba094ddba82b14_styler(feature) {\n",
       "            switch(feature.id) {\n",
       "                case &quot;101&quot;: case &quot;339&quot;: case &quot;472&quot;: case &quot;501&quot;: \n",
       "                    return {&quot;color&quot;: &quot;#d95f02&quot;, &quot;fillColor&quot;: &quot;#d95f02&quot;};\n",
       "                case &quot;116&quot;: case &quot;414&quot;: \n",
       "                    return {&quot;color&quot;: &quot;#7570b3&quot;, &quot;fillColor&quot;: &quot;#7570b3&quot;};\n",
       "                case &quot;136&quot;: case &quot;137&quot;: \n",
       "                    return {&quot;color&quot;: &quot;#e7298a&quot;, &quot;fillColor&quot;: &quot;#e7298a&quot;};\n",
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       "                    return {&quot;color&quot;: &quot;#66a61e&quot;, &quot;fillColor&quot;: &quot;#66a61e&quot;};\n",
       "                default:\n",
       "                    return {&quot;color&quot;: &quot;#1b9e77&quot;, &quot;fillColor&quot;: &quot;#1b9e77&quot;};\n",
       "            }\n",
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       "\n",
       "        function geo_json_1e8ebcc3915ee6cd5aba094ddba82b14_onEachFeature(feature, layer) {\n",
       "            layer.on({\n",
       "            });\n",
       "        };\n",
       "        var geo_json_1e8ebcc3915ee6cd5aba094ddba82b14 = L.geoJson(null, {\n",
       "                onEachFeature: geo_json_1e8ebcc3915ee6cd5aba094ddba82b14_onEachFeature,\n",
       "            \n",
       "                style: geo_json_1e8ebcc3915ee6cd5aba094ddba82b14_styler,\n",
       "        });\n",
       "\n",
       "        function geo_json_1e8ebcc3915ee6cd5aba094ddba82b14_add (data) {\n",
       "            geo_json_1e8ebcc3915ee6cd5aba094ddba82b14\n",
       "                .addData(data)\n",
       "                .addTo(map_9fed3f288434d5bc35c4c90f4f12281d);\n",
       "        }\n",
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42.255960160470195], [-71.05713705860674, 42.25751402013616], [-71.05561768092106, 42.25752561580688], [-71.05648701648, 42.25582793183643], [-71.05646721811293, 42.25578229967688], [-71.05571472266912, 42.25405646691963], [-71.0557013633355, 42.25402598473692], [-71.05602055708641, 42.25361307677084], [-71.05627901526975, 42.25346219358861], [-71.05656439597144, 42.253377676649606], [-71.05829824606379, 42.25354704621006], [-71.05840242159768, 42.253344877147924], [-71.05854932337883, 42.253324104725024], [-71.05876767086247, 42.253224109317074], [-71.05894872014713, 42.25338127887473], [-71.05916453231427, 42.25338435849052], [-71.05931581785039, 42.25320370683212], [-71.05916864524528, 42.25293250858996], [-71.05978903360781, 42.252787508182955], [-71.06023470827373, 42.2534402304067], [-71.06135226051313, 42.253164869221365], [-71.06096994356525, 42.252741342516174], [-71.06336692217636, 42.2521360217465], [-71.06433019314973, 42.25189263602023], [-71.06430985659948, 42.25187176168251], [-71.06372160466304, 42.25127703365516], [-71.06423495841635, 42.25092110994392], [-71.06428694938748, 42.25088529485693], [-71.06511200969878, 42.25177801963338], [-71.06583913943966, 42.25226918983531], [-71.06608392125706, 42.25250086467429], [-71.06434962719159, 42.25322579882437], [-71.0653213115057, 42.25423107636473], [-71.06774746130483, 42.25674192557031], [-71.06774345835001, 42.256742450685934], [-71.06750231577786, 42.257110669337116], [-71.0666842145782, 42.25745366363131], [-71.06588746469315, 42.2575446462964], [-71.06427032843676, 42.25776134732988], [-71.06354987835206, 42.257049617519456], [-71.06297750621512, 42.25648357662582], [-71.06236974331847, 42.256726596057405], [-71.06119422921051, 42.25538803080343], [-71.06054950308928, 42.25556166554796], [-71.06120961716738, 42.25834614636051], [-71.06118463581842, 42.25834830166438], [-71.05994996881637, 42.258458906083554], [-71.05909112809296, 42.25797736706832], [-71.05909874446827, 42.25794525526988]]], &quot;type&quot;: &quot;Polygon&quot;}, &quot;id&quot;: &quot;618&quot;, &quot;properties&quot;: {&quot;ALT_SITE_N&quot;: null, &quot;ARTICLE97&quot;: 0, &quot;ASSESS_ACR&quot;: 104.5, &quot;ASSESS_BLK&quot;: null, &quot;ASSESS_LOT&quot;: null, &quot;ASSESS_MAP&quot;: null, &quot;ASSESS_SUB&quot;: null, &quot;ATT_DATE&quot;: &quot;1994-05-31&quot;, &quot;BASE_MAP&quot;: null, &quot;CAL_DATE_R&quot;: null, &quot;COMMENTS&quot;: null, &quot;CR_REF&quot;: 0, &quot;DCAM_ID&quot;: 0, &quot;DEED_ACRES&quot;: 0.0, &quot;EEA_CR_ID&quot;: null, &quot;EOEAINVOLV&quot;: 0, &quot;FEESYM&quot;: &quot;M&quot;, &quot;FEE_OWNER&quot;: &quot;Town of Milton&quot;, &quot;FORMAL_SIT&quot;: null, &quot;FY_FUNDING&quot;: 0, &quot;GIS_ACRES&quot;: 98.00564347, &quot;GRANTPROG1&quot;: null, &quot;GRANTPROG2&quot;: null, &quot;GRANTTYPE1&quot;: null, &quot;GRANTTYPE2&quot;: null, &quot;INTSYM&quot;: null, &quot;LEV_PROT&quot;: &quot;Limited&quot;, &quot;LOC_ID&quot;: null, &quot;MANAGER&quot;: &quot;Town of Milton&quot;, &quot;MANAGR_ABR&quot;: null, &quot;MANAGR_TYP&quot;: null, &quot;OLI_1_ABRV&quot;: null, &quot;OLI_1_INT&quot;: null, &quot;OLI_1_ORG&quot;: null, &quot;OLI_1_TYPE&quot;: null, &quot;OLI_2_ABRV&quot;: null, &quot;OLI_2_INT&quot;: null, &quot;OLI_2_ORG&quot;: null, &quot;OLI_2_TYPE&quot;: null, &quot;OLI_3_ABRV&quot;: null, &quot;OLI_3_INT&quot;: null, &quot;OLI_3_ORG&quot;: null, &quot;OLI_3_TYPE&quot;: null, &quot;OS_DEED_BO&quot;: 0, &quot;OS_DEED_PA&quot;: 0, &quot;OS_ID&quot;: &quot;189-3073&quot;, &quot;OS_TYPE&quot;: null, &quot;OWNER_ABRV&quot;: &quot;M189&quot;, &quot;OWNER_TYPE&quot;: &quot;M&quot;, &quot;POLY_ID&quot;: 3073, &quot;PRIM_PURP&quot;: &quot;Recreation (activities are facility based)&quot;, &quot;PROJ_ID1&quot;: null, &quot;PROJ_ID2&quot;: null, &quot;PROJ_ID3&quot;: null, &quot;PUB_ACCESS&quot;: &quot;Yes (open to public)&quot;, &quot;SHAPE_AREA&quot;: 396614.7677, &quot;SHAPE_LEN&quot;: 4454.22577373, &quot;SITE_NAME&quot;: &quot;Milton Cemetery&quot;, &quot;SOURCE_MAP&quot;: &quot;1&quot;, &quot;SOURCE_TYP&quot;: null, &quot;TOWN_ID&quot;: 189}, &quot;type&quot;: &quot;Feature&quot;}], &quot;type&quot;: &quot;FeatureCollection&quot;});\n",
       "\n",
       "        \n",
       "    \n",
       "    geo_json_1e8ebcc3915ee6cd5aba094ddba82b14.bindPopup(\n",
       "    function(layer){\n",
       "    let div = L.DomUtil.create(&#x27;div&#x27;);\n",
       "    \n",
       "    let handleObject = feature=&gt;typeof(feature)==&#x27;object&#x27; ? JSON.stringify(feature) : feature;\n",
       "    let fields = [&quot;SITE_NAME&quot;, &quot;GIS_ACRES&quot;, &quot;PRIM_PURP&quot;, &quot;PUB_ACCESS&quot;, &quot;LEV_PROT&quot;, &quot;COMMENTS&quot;];\n",
       "    let aliases = [&quot;Name&quot;, &quot;Managed by&quot;, &quot;Acres&quot;, &quot;Primary Purpose&quot;, &quot;Public Access&quot;, &quot;Level of Protection&quot;];\n",
       "    let table = &#x27;&lt;table&gt;&#x27; +\n",
       "        String(\n",
       "        fields.map(\n",
       "        (v,i)=&gt;\n",
       "        `&lt;tr&gt;\n",
       "            &lt;th&gt;${aliases[i].toLocaleString()}&lt;/th&gt;\n",
       "            \n",
       "            &lt;td&gt;${handleObject(layer.feature.properties[v]).toLocaleString()}&lt;/td&gt;\n",
       "        &lt;/tr&gt;`).join(&#x27;&#x27;))\n",
       "    +&#x27;&lt;/table&gt;&#x27;;\n",
       "    div.innerHTML=table;\n",
       "    \n",
       "    return div\n",
       "    }\n",
       "    ,{&quot;className&quot;: &quot;foliumpopup&quot;});\n",
       "                     \n",
       "&lt;/script&gt;\n",
       "&lt;/html&gt;\" style=\"position:absolute;width:100%;height:100%;left:0;top:0;border:none !important;\" allowfullscreen webkitallowfullscreen mozallowfullscreen></iframe></div></div>"
      ],
      "text/plain": [
       "<folium.folium.Map at 0x148e26380>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "milton_map = folium.Map(width=800,height=800, location=[map_center.y, map_center.x], zoom_start=13)\n",
    "\n",
    "sf, cm_dict = mm.make_choropleth_style_function(school_site_candidates, \"PRIM_PURP\", \"Dark2\")\n",
    "\n",
    "#Print a legend\n",
    "display(Markdown(\"\"\"**Explorable Map of School Site Candidates**\n",
    "\n",
    "You can pan and zoom the map below to explore school site candidates in Milton.\n",
    "Click on open space parcels to see a pop-up with more information.\n",
    "\"\"\" + mm.html_legend(cm_dict)))\n",
    "\n",
    "folium.GeoJson(milton_boundaries.to_crs(\"EPSG:3857\").geometry).add_to(milton_map)\n",
    "\n",
    "# We need to convert the openspace geodataframe to the EPSG:3857 coordinate reference system (CRS) because that is the default for folium maps.\n",
    "folium.GeoJson(data=school_site_candidates.to_crs(\"EPSG:3857\"),\n",
    "               style_function=sf,\n",
    "               popup=folium.GeoJsonPopup(\n",
    "                   fields=['SITE_NAME', 'GIS_ACRES', \"PRIM_PURP\", \"PUB_ACCESS\", \"LEV_PROT\", \"COMMENTS\"],\n",
    "                   aliases=['Name','Managed by','Acres', \"Primary Purpose\", \"Public Access\", \"Level of Protection\"]\n",
    "               )).add_to(milton_map)\n",
    "display(milton_map)\n"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We can see that many town-owned parcels of the right size have existing recreational facilities or have a flood-control purpose and hence are not suitable for building.  The orange parcels are the remaining sites, and we can see that one of the remaining three is the much discussed Lamb Conservation Area."
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### How much openspace does Milton have?  How much is in conservation status?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>TOWN_ID</th>\n",
       "      <th>POLY_ID</th>\n",
       "      <th>SITE_NAME</th>\n",
       "      <th>FEE_OWNER</th>\n",
       "      <th>OWNER_ABRV</th>\n",
       "      <th>OWNER_TYPE</th>\n",
       "      <th>MANAGER</th>\n",
       "      <th>MANAGR_ABR</th>\n",
       "      <th>MANAGR_TYP</th>\n",
       "      <th>PRIM_PURP</th>\n",
       "      <th>...</th>\n",
       "      <th>INTSYM</th>\n",
       "      <th>OS_ID</th>\n",
       "      <th>CAL_DATE_R</th>\n",
       "      <th>FORMAL_SIT</th>\n",
       "      <th>CR_REF</th>\n",
       "      <th>OS_TYPE</th>\n",
       "      <th>EEA_CR_ID</th>\n",
       "      <th>SHAPE_AREA</th>\n",
       "      <th>SHAPE_LEN</th>\n",
       "      <th>geometry</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>100</th>\n",
       "      <td>189</td>\n",
       "      <td>3058</td>\n",
       "      <td>Milton High School Athletic Fields</td>\n",
       "      <td>Town of Milton</td>\n",
       "      <td>M189</td>\n",
       "      <td>M</td>\n",
       "      <td>Town of Milton</td>\n",
       "      <td>M189SD</td>\n",
       "      <td>M</td>\n",
       "      <td>Recreation (activities are facility based)</td>\n",
       "      <td>...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>189-3058</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>57890.235319</td>\n",
       "      <td>971.136985</td>\n",
       "      <td>POLYGON ((234089.437 889234.177, 234044.386 88...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>101</th>\n",
       "      <td>189</td>\n",
       "      <td>58</td>\n",
       "      <td>Lamb Conservation Area</td>\n",
       "      <td>Town of Milton</td>\n",
       "      <td>M189</td>\n",
       "      <td>M</td>\n",
       "      <td>Town of Milton</td>\n",
       "      <td>M189CC</td>\n",
       "      <td>M</td>\n",
       "      <td>Conservation (activities are non-facility based)</td>\n",
       "      <td>...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>189-58</td>\n",
       "      <td>1978-12-15</td>\n",
       "      <td>NaN</td>\n",
       "      <td>0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>30842.988911</td>\n",
       "      <td>1239.561577</td>\n",
       "      <td>POLYGON ((233571.280 889147.018, 233560.965 88...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>102</th>\n",
       "      <td>189</td>\n",
       "      <td>3130</td>\n",
       "      <td>Pierce Middle School Athletic Fields</td>\n",
       "      <td>Town of Milton</td>\n",
       "      <td>M189</td>\n",
       "      <td>M</td>\n",
       "      <td>Town of Milton</td>\n",
       "      <td>M189SD</td>\n",
       "      <td>M</td>\n",
       "      <td>Recreation (activities are facility based)</td>\n",
       "      <td>...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>189-3130</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>9610.348045</td>\n",
       "      <td>453.437248</td>\n",
       "      <td>POLYGON ((234292.207 889748.966, 234286.572 88...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>103</th>\n",
       "      <td>189</td>\n",
       "      <td>3131</td>\n",
       "      <td>Brooks Field</td>\n",
       "      <td>Town of Milton</td>\n",
       "      <td>M189</td>\n",
       "      <td>M</td>\n",
       "      <td>Town of Milton</td>\n",
       "      <td>M189CC</td>\n",
       "      <td>M</td>\n",
       "      <td>Recreation (activities are facility based)</td>\n",
       "      <td>...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>189-3131</td>\n",
       "      <td>1978-12-15</td>\n",
       "      <td>NaN</td>\n",
       "      <td>0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>59655.241145</td>\n",
       "      <td>1196.681131</td>\n",
       "      <td>POLYGON ((233866.667 888929.914, 233847.029 88...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>104</th>\n",
       "      <td>189</td>\n",
       "      <td>3059</td>\n",
       "      <td>Pine Tree Brook Greenway</td>\n",
       "      <td>Owner Unknown</td>\n",
       "      <td>NaN</td>\n",
       "      <td>X</td>\n",
       "      <td>Owner Unknown</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Recreation (activities are facility based)</td>\n",
       "      <td>...</td>\n",
       "      <td>NaN</td>\n",
       "      <td>189-3059</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>4865.273125</td>\n",
       "      <td>1608.666884</td>\n",
       "      <td>POLYGON ((233552.836 889220.870, 233552.322 88...</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>5 rows × 62 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "     TOWN_ID  POLY_ID                             SITE_NAME       FEE_OWNER  \\\n",
       "100      189     3058    Milton High School Athletic Fields  Town of Milton   \n",
       "101      189       58                Lamb Conservation Area  Town of Milton   \n",
       "102      189     3130  Pierce Middle School Athletic Fields  Town of Milton   \n",
       "103      189     3131                          Brooks Field  Town of Milton   \n",
       "104      189     3059              Pine Tree Brook Greenway   Owner Unknown   \n",
       "\n",
       "    OWNER_ABRV OWNER_TYPE         MANAGER MANAGR_ABR MANAGR_TYP  \\\n",
       "100       M189          M  Town of Milton     M189SD          M   \n",
       "101       M189          M  Town of Milton     M189CC          M   \n",
       "102       M189          M  Town of Milton     M189SD          M   \n",
       "103       M189          M  Town of Milton     M189CC          M   \n",
       "104        NaN          X   Owner Unknown        NaN        NaN   \n",
       "\n",
       "                                            PRIM_PURP  ... INTSYM     OS_ID  \\\n",
       "100        Recreation (activities are facility based)  ...    NaN  189-3058   \n",
       "101  Conservation (activities are non-facility based)  ...    NaN    189-58   \n",
       "102        Recreation (activities are facility based)  ...    NaN  189-3130   \n",
       "103        Recreation (activities are facility based)  ...    NaN  189-3131   \n",
       "104        Recreation (activities are facility based)  ...    NaN  189-3059   \n",
       "\n",
       "     CAL_DATE_R FORMAL_SIT CR_REF OS_TYPE EEA_CR_ID    SHAPE_AREA  \\\n",
       "100         NaN        NaN      0     NaN       NaN  57890.235319   \n",
       "101  1978-12-15        NaN      0     NaN       NaN  30842.988911   \n",
       "102         NaN        NaN      0     NaN       NaN   9610.348045   \n",
       "103  1978-12-15        NaN      0     NaN       NaN  59655.241145   \n",
       "104         NaN        NaN      0     NaN       NaN   4865.273125   \n",
       "\n",
       "       SHAPE_LEN                                           geometry  \n",
       "100   971.136985  POLYGON ((234089.437 889234.177, 234044.386 88...  \n",
       "101  1239.561577  POLYGON ((233571.280 889147.018, 233560.965 88...  \n",
       "102   453.437248  POLYGON ((234292.207 889748.966, 234286.572 88...  \n",
       "103  1196.681131  POLYGON ((233866.667 888929.914, 233847.029 88...  \n",
       "104  1608.666884  POLYGON ((233552.836 889220.870, 233552.322 88...  \n",
       "\n",
       "[5 rows x 62 columns]"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "milton_openspace = openspace.loc[openspace.TOWN_ID==189]\n",
    "milton_openspace.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([243, 189, 336,  40,  35, 244,  50, 142,  73])"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "openspace.TOWN_ID.unique()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "PRIM_PURP\n",
       "Recreation and Conservation                         47\n",
       "Conservation (activities are non-facility based)    44\n",
       "Recreation (activities are facility based)          31\n",
       "Other (explain)                                      7\n",
       "Historical/Cultural                                  7\n",
       "Agricultural                                         6\n",
       "Flood Control                                        2\n",
       "Name: count, dtype: int64"
      ]
     },
     "execution_count": 22,
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    }
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    "milton_openspace.PRIM_PURP.value_counts()"
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       "**Explorable Map of Open Space**\n",
       "\n",
       "You can pan and zoom the map below to explore open space in Quincy and Milton.\n",
       "Click on open space parcels to see a pop-up with more information.\n",
       "<table>\n",
       "  <tr>\n",
       "    <th>Value</th>\n",
       "    <th>Color</th>\n",
       "  </tr>\n",
       "<tr><td><span style=\"font-family: monospace\">Recreation (activities are facility based)</span></td> <td><span style=\"color: #1b9e77\">████████</span></td></tr>\n",
       "<tr><td><span style=\"font-family: monospace\">Conservation (activities are non-facility based)</span></td> <td><span style=\"color: #d95f02\">████████</span></td></tr>\n",
       "<tr><td><span style=\"font-family: monospace\">Flood Control</span></td> <td><span style=\"color: #7570b3\">████████</span></td></tr>\n",
       "<tr><td><span style=\"font-family: monospace\">Historical/Cultural</span></td> <td><span style=\"color: #e7298a\">████████</span></td></tr>\n",
       "<tr><td><span style=\"font-family: monospace\">Water Supply Protection</span></td> <td><span style=\"color: #66a61e\">████████</span></td></tr>\n",
       "<tr><td><span style=\"font-family: monospace\">Site is underwater</span></td> <td><span style=\"color: #e6ab02\">████████</span></td></tr>\n",
       "<tr><td><span style=\"font-family: monospace\">Recreation and Conservation</span></td> <td><span style=\"color: #a6761d\">████████</span></td></tr>\n",
       "<tr><td><span style=\"font-family: monospace\">Other (explain)</span></td> <td><span style=\"color: #666666\">████████</span></td></tr>\n",
       "<tr><td><span style=\"font-family: monospace\">Agricultural</span></td> <td><span style=\"color: #666666\">████████</span></td></tr>\n",
       "<tr><td><span style=\"font-family: monospace\">Unknown</span></td> <td><span style=\"color: #666666\">████████</span></td></tr></table>"
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       "\n",
       "        \n",
       "    \n",
       "        function geo_json_960dac71a534bb971f2ea6b5a86fab4a_styler(feature) {\n",
       "            switch(feature.id) {\n",
       "                case &quot;100&quot;: case &quot;102&quot;: case &quot;103&quot;: case &quot;104&quot;: case &quot;107&quot;: case &quot;138&quot;: case &quot;273&quot;: case &quot;274&quot;: case &quot;276&quot;: case &quot;281&quot;: case &quot;302&quot;: case &quot;303&quot;: case &quot;306&quot;: case &quot;366&quot;: case &quot;367&quot;: case &quot;368&quot;: case &quot;369&quot;: case &quot;370&quot;: case &quot;371&quot;: case &quot;374&quot;: case &quot;375&quot;: case &quot;398&quot;: case &quot;399&quot;: case &quot;469&quot;: case &quot;496&quot;: case &quot;500&quot;: case &quot;523&quot;: case &quot;569&quot;: case &quot;618&quot;: case &quot;671&quot;: case &quot;685&quot;: \n",
       "                    return {&quot;color&quot;: &quot;#1b9e77&quot;, &quot;fillColor&quot;: &quot;#1b9e77&quot;};\n",
       "                case &quot;101&quot;: case &quot;117&quot;: case &quot;139&quot;: case &quot;140&quot;: case &quot;141&quot;: case &quot;233&quot;: case &quot;234&quot;: case &quot;235&quot;: case &quot;240&quot;: case &quot;339&quot;: case &quot;340&quot;: case &quot;342&quot;: case &quot;413&quot;: case &quot;467&quot;: case &quot;468&quot;: case &quot;472&quot;: case &quot;479&quot;: case &quot;480&quot;: case &quot;483&quot;: case &quot;487&quot;: case &quot;501&quot;: case &quot;505&quot;: case &quot;510&quot;: case &quot;572&quot;: case &quot;580&quot;: case &quot;597&quot;: case &quot;598&quot;: case &quot;612&quot;: case &quot;613&quot;: case &quot;614&quot;: case &quot;615&quot;: case &quot;616&quot;: case &quot;619&quot;: case &quot;646&quot;: case &quot;647&quot;: case &quot;650&quot;: case &quot;674&quot;: case &quot;678&quot;: case &quot;679&quot;: case &quot;683&quot;: case &quot;694&quot;: case &quot;697&quot;: case &quot;698&quot;: case &quot;704&quot;: \n",
       "                    return {&quot;color&quot;: &quot;#d95f02&quot;, &quot;fillColor&quot;: &quot;#d95f02&quot;};\n",
       "                case &quot;116&quot;: case &quot;414&quot;: \n",
       "                    return {&quot;color&quot;: &quot;#7570b3&quot;, &quot;fillColor&quot;: &quot;#7570b3&quot;};\n",
       "                case &quot;136&quot;: case &quot;137&quot;: case &quot;526&quot;: case &quot;558&quot;: case &quot;559&quot;: case &quot;560&quot;: case &quot;561&quot;: case &quot;562&quot;: case &quot;668&quot;: case &quot;681&quot;: case &quot;706&quot;: case &quot;741&quot;: case &quot;757&quot;: \n",
       "                    return {&quot;color&quot;: &quot;#666666&quot;, &quot;fillColor&quot;: &quot;#666666&quot;};\n",
       "                case &quot;275&quot;: case &quot;372&quot;: case &quot;419&quot;: case &quot;749&quot;: case &quot;751&quot;: case &quot;754&quot;: case &quot;755&quot;: \n",
       "                    return {&quot;color&quot;: &quot;#e7298a&quot;, &quot;fillColor&quot;: &quot;#e7298a&quot;};\n",
       "                default:\n",
       "                    return {&quot;color&quot;: &quot;#a6761d&quot;, &quot;fillColor&quot;: &quot;#a6761d&quot;};\n",
       "            }\n",
       "        }\n",
       "\n",
       "        function geo_json_960dac71a534bb971f2ea6b5a86fab4a_onEachFeature(feature, layer) {\n",
       "            layer.on({\n",
       "            });\n",
       "        };\n",
       "        var geo_json_960dac71a534bb971f2ea6b5a86fab4a = L.geoJson(null, {\n",
       "                onEachFeature: geo_json_960dac71a534bb971f2ea6b5a86fab4a_onEachFeature,\n",
       "            \n",
       "                style: geo_json_960dac71a534bb971f2ea6b5a86fab4a_styler,\n",
       "        });\n",
       "\n",
       "        function geo_json_960dac71a534bb971f2ea6b5a86fab4a_add (data) {\n",
       "            geo_json_960dac71a534bb971f2ea6b5a86fab4a\n",
       "                .addData(data)\n",
       "                .addTo(map_3da7db102bc3ec4b228ab41742b67e44);\n",
       "        }\n",
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Division of State Parks and Recreation&quot;, &quot;OLI_1_TYPE&quot;: &quot;S&quot;, &quot;OLI_2_ABRV&quot;: null, &quot;OLI_2_INT&quot;: null, &quot;OLI_2_ORG&quot;: null, &quot;OLI_2_TYPE&quot;: null, &quot;OLI_3_ABRV&quot;: null, &quot;OLI_3_INT&quot;: null, &quot;OLI_3_ORG&quot;: null, &quot;OLI_3_TYPE&quot;: null, &quot;OS_DEED_BO&quot;: 189, &quot;OS_DEED_PA&quot;: 92, &quot;OS_ID&quot;: &quot;189-3109&quot;, &quot;OS_TYPE&quot;: &quot;JMS&quot;, &quot;OWNER_ABRV&quot;: null, &quot;OWNER_TYPE&quot;: &quot;O&quot;, &quot;POLY_ID&quot;: 3109, &quot;PRIM_PURP&quot;: &quot;Other (explain)&quot;, &quot;PROJ_ID1&quot;: &quot;DCR-P2002-36&quot;, &quot;PROJ_ID2&quot;: null, &quot;PROJ_ID3&quot;: null, &quot;PUB_ACCESS&quot;: &quot;Yes (open to public)&quot;, &quot;SHAPE_AREA&quot;: 812.234, &quot;SHAPE_LEN&quot;: 135.234617154, &quot;SITE_NAME&quot;: &quot;Trust for Public Land - Forbes Family CR&quot;, &quot;SOURCE_MAP&quot;: &quot;Coler \\u0026 Colantonio Easement Plan for TPL 7/15/200&quot;, &quot;SOURCE_TYP&quot;: &quot;SV&quot;, &quot;TOWN_ID&quot;: 189}, &quot;type&quot;: &quot;Feature&quot;}], &quot;type&quot;: &quot;FeatureCollection&quot;});\n",
       "\n",
       "        \n",
       "    \n",
       "    geo_json_960dac71a534bb971f2ea6b5a86fab4a.bindPopup(\n",
       "    function(layer){\n",
       "    let div = L.DomUtil.create(&#x27;div&#x27;);\n",
       "    \n",
       "    let handleObject = feature=&gt;typeof(feature)==&#x27;object&#x27; ? JSON.stringify(feature) : feature;\n",
       "    let fields = [&quot;SITE_NAME&quot;, &quot;MANAGER&quot;, &quot;GIS_ACRES&quot;, &quot;PRIM_PURP&quot;, &quot;PUB_ACCESS&quot;, &quot;LEV_PROT&quot;];\n",
       "    let aliases = [&quot;Name&quot;, &quot;Managed by&quot;, &quot;Acres&quot;, &quot;Primary Purpose&quot;, &quot;Public Access&quot;, &quot;Level of Protection&quot;];\n",
       "    let table = &#x27;&lt;table&gt;&#x27; +\n",
       "        String(\n",
       "        fields.map(\n",
       "        (v,i)=&gt;\n",
       "        `&lt;tr&gt;\n",
       "            &lt;th&gt;${aliases[i].toLocaleString()}&lt;/th&gt;\n",
       "            \n",
       "            &lt;td&gt;${handleObject(layer.feature.properties[v]).toLocaleString()}&lt;/td&gt;\n",
       "        &lt;/tr&gt;`).join(&#x27;&#x27;))\n",
       "    +&#x27;&lt;/table&gt;&#x27;;\n",
       "    div.innerHTML=table;\n",
       "    \n",
       "    return div\n",
       "    }\n",
       "    ,{&quot;className&quot;: &quot;foliumpopup&quot;});\n",
       "                     \n",
       "&lt;/script&gt;\n",
       "&lt;/html&gt;\" style=\"position:absolute;width:100%;height:100%;left:0;top:0;border:none !important;\" allowfullscreen webkitallowfullscreen mozallowfullscreen></iframe></div></div>"
      ],
      "text/plain": [
       "<folium.folium.Map at 0x1498ae380>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "milton_map = folium.Map(width=800,height=800, location=[map_center.y, map_center.x], zoom_start=12)\n",
    "\n",
    "sf, cm_dict = mm.make_choropleth_style_function(openspace, \"PRIM_PURP\", \"Dark2\")\n",
    "\n",
    "#Print a legend\n",
    "display(Markdown(\"\"\"**Explorable Map of Open Space**\n",
    "\n",
    "You can pan and zoom the map below to explore open space in Quincy and Milton.\n",
    "Click on open space parcels to see a pop-up with more information.\n",
    "\"\"\" + mm.html_legend(cm_dict)))\n",
    "\n",
    "folium.GeoJson(milton_quincy_boundaries.to_crs(\"EPSG:3857\").geometry).add_to(milton_map)\n",
    "\n",
    "# We need to convert the openspace geodataframe to the EPSG:3857 coordinate reference system (CRS) because that is the default for folium maps.\n",
    "folium.GeoJson(data=milton_openspace.to_crs(\"EPSG:3857\"),\n",
    "               style_function=sf,\n",
    "               popup=folium.GeoJsonPopup(\n",
    "                   fields=['SITE_NAME', 'MANAGER', 'GIS_ACRES', \"PRIM_PURP\", \"PUB_ACCESS\", \"LEV_PROT\"],\n",
    "                   aliases=['Name','Managed by','Acres', \"Primary Purpose\", \"Public Access\", \"Level of Protection\"]\n",
    "               )).add_to(milton_map)\n",
    "display(milton_map)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [],
   "source": [
    "conservation_land_purposes = [\n",
    "    'Conservation (activities are non-facility based)',\n",
    "    'Recreation and Conservation',\n",
    "]\n",
    "conservation_area = milton_openspace.loc[milton_openspace.PRIM_PURP.isin(conservation_land_purposes), \"SHAPE_AREA\"].sum()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "10017849.02254728"
      ]
     },
     "execution_count": 25,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "conservation_area"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<Projected CRS: EPSG:26986>\n",
       "Name: NAD83 / Massachusetts Mainland\n",
       "Axis Info [cartesian]:\n",
       "- X[east]: Easting (metre)\n",
       "- Y[north]: Northing (metre)\n",
       "Area of Use:\n",
       "- name: United States (USA) - Massachusetts onshore - counties of Barnstable; Berkshire; Bristol; Essex; Franklin; Hampden; Hampshire; Middlesex; Norfolk; Plymouth; Suffolk; Worcester.\n",
       "- bounds: (-73.5, 41.46, -69.86, 42.89)\n",
       "Coordinate Operation:\n",
       "- name: SPCS83 Massachusetts Mainland zone (meters)\n",
       "- method: Lambert Conic Conformal (2SP)\n",
       "Datum: North American Datum 1983\n",
       "- Ellipsoid: GRS 1980\n",
       "- Prime Meridian: Greenwich"
      ]
     },
     "execution_count": 26,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "milton_openspace.crs"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [],
   "source": [
    "SQ_METERS_PER_ACRE = 4046.86"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "2475.4622157789695"
      ]
     },
     "execution_count": 28,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "conservation_area / SQ_METERS_PER_ACRE"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
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  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
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  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
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   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.10.12"
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